{
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   "outputs": [],
   "source": [
    "# Py3_Jupyter_Nb_Pandas(金融Comprehensive分析)_GF_2024-01-22.ipynb\n",
    "# Create By GF 2024-01-22 18:19"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": [
    "import pandas as pd # -> Pandas Version 1.4.1\n",
    "import matplotlib.pyplot as plt # -> Matplotlib Version 3.6.3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": [
    "# 导入外部脚本。\n",
    "# ##################################################\n",
    "from Py3_Script_Finance_Indicator_Func import *\n",
    "from Py3_Script_Finance_Tools_Func import *\n",
    "from Py3_Script_Finance_Machine_Learn_Func import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": [
    "# Matplotlib 相关配置。\n",
    "# ##################################################\n",
    "plt.rcParams[\"font.sans-serif\"] = [\"SimHei\"]\n",
    "plt.rcParams[\"axes.unicode_minus\"] = False"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": [
    "# 读取 CSV。\n",
    "# ##################################################\n",
    "StkPDF = pd.read_csv(\"./Datas/Stock.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false,
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>Date</th>\n",
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       "      <th>Low</th>\n",
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       "      <th>0</th>\n",
       "      <td>2015-12-31</td>\n",
       "      <td>'000422</td>\n",
       "      <td>7.93</td>\n",
       "      <td>7.95</td>\n",
       "      <td>7.76</td>\n",
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       "      <td>2015-12-30</td>\n",
       "      <td>'000422</td>\n",
       "      <td>7.86</td>\n",
       "      <td>7.93</td>\n",
       "      <td>7.75</td>\n",
       "      <td>7.93</td>\n",
       "      <td>7.84</td>\n",
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       "      <th>2</th>\n",
       "      <td>2015-12-29</td>\n",
       "      <td>'000422</td>\n",
       "      <td>7.72</td>\n",
       "      <td>7.85</td>\n",
       "      <td>7.69</td>\n",
       "      <td>7.84</td>\n",
       "      <td>7.71</td>\n",
       "      <td>0.13</td>\n",
       "      <td>0.016861</td>\n",
       "      <td>0.015886</td>\n",
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       "      <td>2015-12-28</td>\n",
       "      <td>'000422</td>\n",
       "      <td>8.03</td>\n",
       "      <td>8.08</td>\n",
       "      <td>7.70</td>\n",
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       "      <td>8.05</td>\n",
       "      <td>7.93</td>\n",
       "      <td>8.03</td>\n",
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       "      <th>2647</th>\n",
       "      <td>2005-02-04</td>\n",
       "      <td>'000422</td>\n",
       "      <td>6.75</td>\n",
       "      <td>7.05</td>\n",
       "      <td>6.71</td>\n",
       "      <td>7.00</td>\n",
       "      <td>6.75</td>\n",
       "      <td>0.25</td>\n",
       "      <td>0.037037</td>\n",
       "      <td>0.017178</td>\n",
       "      <td>2430800</td>\n",
       "      <td>16818500</td>\n",
       "      <td>1725750000</td>\n",
       "      <td>990538000</td>\n",
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       "    <tr>\n",
       "      <th>2648</th>\n",
       "      <td>2005-02-03</td>\n",
       "      <td>'000422</td>\n",
       "      <td>7.00</td>\n",
       "      <td>7.15</td>\n",
       "      <td>6.73</td>\n",
       "      <td>6.75</td>\n",
       "      <td>6.90</td>\n",
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       "      <td>-0.021739</td>\n",
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       "    <tr>\n",
       "      <th>2649</th>\n",
       "      <td>2005-02-02</td>\n",
       "      <td>'000422</td>\n",
       "      <td>6.42</td>\n",
       "      <td>6.99</td>\n",
       "      <td>6.42</td>\n",
       "      <td>6.90</td>\n",
       "      <td>6.42</td>\n",
       "      <td>0.48</td>\n",
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       "      <td>2005-02-01</td>\n",
       "      <td>'000422</td>\n",
       "      <td>6.78</td>\n",
       "      <td>6.89</td>\n",
       "      <td>6.30</td>\n",
       "      <td>6.42</td>\n",
       "      <td>6.81</td>\n",
       "      <td>-0.39</td>\n",
       "      <td>-0.057269</td>\n",
       "      <td>0.027348</td>\n",
       "      <td>3869880</td>\n",
       "      <td>25333700</td>\n",
       "      <td>1582760000</td>\n",
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       "    <tr>\n",
       "      <th>2651</th>\n",
       "      <td>2005-01-31</td>\n",
       "      <td>'000422</td>\n",
       "      <td>6.78</td>\n",
       "      <td>6.87</td>\n",
       "      <td>6.70</td>\n",
       "      <td>6.81</td>\n",
       "      <td>6.94</td>\n",
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       "      <td>0.018862</td>\n",
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       "           Date     Code  Open  High   Low  Close  Pre_Close  Change  \\\n",
       "0    2015-12-31  '000422  7.93  7.95  7.76   7.77       7.93   -0.16   \n",
       "1    2015-12-30  '000422  7.86  7.93  7.75   7.93       7.84    0.09   \n",
       "2    2015-12-29  '000422  7.72  7.85  7.69   7.84       7.71    0.13   \n",
       "3    2015-12-28  '000422  8.03  8.08  7.70   7.71       8.03   -0.32   \n",
       "4    2015-12-25  '000422  8.03  8.05  7.93   8.03       7.99    0.04   \n",
       "...         ...      ...   ...   ...   ...    ...        ...     ...   \n",
       "2647 2005-02-04  '000422  6.75  7.05  6.71   7.00       6.75    0.25   \n",
       "2648 2005-02-03  '000422  7.00  7.15  6.73   6.75       6.90   -0.15   \n",
       "2649 2005-02-02  '000422  6.42  6.99  6.42   6.90       6.42    0.48   \n",
       "2650 2005-02-01  '000422  6.78  6.89  6.30   6.42       6.81   -0.39   \n",
       "2651 2005-01-31  '000422  6.78  6.87  6.70   6.81       6.94   -0.13   \n",
       "\n",
       "       Chg_Pct  Turnover    Volume     Amount       Total      Circle  \n",
       "0    -0.020177  0.015498  13915200  109318000  6976420000  6976420000  \n",
       "1     0.011480  0.018662  16755900  131567000  7120080000  7120080000  \n",
       "2     0.016861  0.015886  14263800  110789000  7039280000  7039280000  \n",
       "3    -0.039851  0.030821  27672800  218869000  6922550000  6922550000  \n",
       "4     0.005006  0.021132  18974000  151673000  7209870000  7209870000  \n",
       "...        ...       ...       ...        ...         ...         ...  \n",
       "2647  0.037037  0.017178   2430800   16818500  1725750000   990538000  \n",
       "2648 -0.021739  0.028556   4040880   28086200  1664110000   955162000  \n",
       "2649  0.074766  0.032928   4659550   31345900  1701090000   976388000  \n",
       "2650 -0.057269  0.027348   3869880   25333700  1582760000   908465000  \n",
       "2651 -0.018732  0.018862   2669130   18135800  1678910000   963652000  \n",
       "\n",
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   "source": [
    "# 转换类型: 初次读取后转换。\n",
    "# ##################################################\n",
    "StkPDF[\"Date\"] = StkPDF[\"Date\"].astype(\"datetime64[ns]\")\n",
    "\n",
    "# ##################################################\n",
    "StkPDF"
   ]
  },
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   "cell_type": "code",
   "execution_count": 7,
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       "      <td>4659550</td>\n",
       "      <td>31345900</td>\n",
       "      <td>1701090000</td>\n",
       "      <td>976388000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2650</th>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>'000422</td>\n",
       "      <td>6.78</td>\n",
       "      <td>6.89</td>\n",
       "      <td>6.30</td>\n",
       "      <td>6.42</td>\n",
       "      <td>6.81</td>\n",
       "      <td>-0.39</td>\n",
       "      <td>-0.057269</td>\n",
       "      <td>0.027348</td>\n",
       "      <td>3869880</td>\n",
       "      <td>25333700</td>\n",
       "      <td>1582760000</td>\n",
       "      <td>908465000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2651</th>\n",
       "      <td>2005-01-31</td>\n",
       "      <td>'000422</td>\n",
       "      <td>6.78</td>\n",
       "      <td>6.87</td>\n",
       "      <td>6.70</td>\n",
       "      <td>6.81</td>\n",
       "      <td>6.94</td>\n",
       "      <td>-0.13</td>\n",
       "      <td>-0.018732</td>\n",
       "      <td>0.018862</td>\n",
       "      <td>2669130</td>\n",
       "      <td>18135800</td>\n",
       "      <td>1678910000</td>\n",
       "      <td>963652000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2567 rows × 14 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Date     Code  Open  High   Low  Close  Pre_Close  Change  \\\n",
       "0    2015-12-31  '000422  7.93  7.95  7.76   7.77       7.93   -0.16   \n",
       "1    2015-12-30  '000422  7.86  7.93  7.75   7.93       7.84    0.09   \n",
       "2    2015-12-29  '000422  7.72  7.85  7.69   7.84       7.71    0.13   \n",
       "3    2015-12-28  '000422  8.03  8.08  7.70   7.71       8.03   -0.32   \n",
       "4    2015-12-25  '000422  8.03  8.05  7.93   8.03       7.99    0.04   \n",
       "...         ...      ...   ...   ...   ...    ...        ...     ...   \n",
       "2647 2005-02-04  '000422  6.75  7.05  6.71   7.00       6.75    0.25   \n",
       "2648 2005-02-03  '000422  7.00  7.15  6.73   6.75       6.90   -0.15   \n",
       "2649 2005-02-02  '000422  6.42  6.99  6.42   6.90       6.42    0.48   \n",
       "2650 2005-02-01  '000422  6.78  6.89  6.30   6.42       6.81   -0.39   \n",
       "2651 2005-01-31  '000422  6.78  6.87  6.70   6.81       6.94   -0.13   \n",
       "\n",
       "       Chg_Pct  Turnover    Volume     Amount       Total      Circle  \n",
       "0    -0.020177  0.015498  13915200  109318000  6976420000  6976420000  \n",
       "1     0.011480  0.018662  16755900  131567000  7120080000  7120080000  \n",
       "2     0.016861  0.015886  14263800  110789000  7039280000  7039280000  \n",
       "3    -0.039851  0.030821  27672800  218869000  6922550000  6922550000  \n",
       "4     0.005006  0.021132  18974000  151673000  7209870000  7209870000  \n",
       "...        ...       ...       ...        ...         ...         ...  \n",
       "2647  0.037037  0.017178   2430800   16818500  1725750000   990538000  \n",
       "2648 -0.021739  0.028556   4040880   28086200  1664110000   955162000  \n",
       "2649  0.074766  0.032928   4659550   31345900  1701090000   976388000  \n",
       "2650 -0.057269  0.027348   3869880   25333700  1582760000   908465000  \n",
       "2651 -0.018732  0.018862   2669130   18135800  1678910000   963652000  \n",
       "\n",
       "[2567 rows x 14 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 筛选数据: 筛选出成交量 (Volume) 不为 0.0 的数据。\n",
    "# ##################################################\n",
    "StkPDF = StkPDF[StkPDF[\"Volume\"] != 0.0]\n",
    "\n",
    "# ##################################################\n",
    "StkPDF"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
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    {
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       "      <th>Row_Num</th>\n",
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       "      <th>Close</th>\n",
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       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>2567</td>\n",
       "      <td>2015-12-31</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2566</td>\n",
       "      <td>2015-12-30</td>\n",
       "      <td>7.93</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2565</td>\n",
       "      <td>2015-12-29</td>\n",
       "      <td>7.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2564</td>\n",
       "      <td>2015-12-28</td>\n",
       "      <td>7.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2563</td>\n",
       "      <td>2015-12-25</td>\n",
       "      <td>8.03</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2647</th>\n",
       "      <td>5</td>\n",
       "      <td>2005-02-04</td>\n",
       "      <td>7.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2648</th>\n",
       "      <td>4</td>\n",
       "      <td>2005-02-03</td>\n",
       "      <td>6.75</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2649</th>\n",
       "      <td>3</td>\n",
       "      <td>2005-02-02</td>\n",
       "      <td>6.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2650</th>\n",
       "      <td>2</td>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>6.42</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2651</th>\n",
       "      <td>1</td>\n",
       "      <td>2005-01-31</td>\n",
       "      <td>6.81</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2567 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Row_Num       Date  Close\n",
       "0        2567 2015-12-31   7.77\n",
       "1        2566 2015-12-30   7.93\n",
       "2        2565 2015-12-29   7.84\n",
       "3        2564 2015-12-28   7.71\n",
       "4        2563 2015-12-25   8.03\n",
       "...       ...        ...    ...\n",
       "2647        5 2005-02-04   7.00\n",
       "2648        4 2005-02-03   6.75\n",
       "2649        3 2005-02-02   6.90\n",
       "2650        2 2005-02-01   6.42\n",
       "2651        1 2005-01-31   6.81\n",
       "\n",
       "[2567 rows x 3 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 计算数据: 分配行号。\n",
    "# ##################################################\n",
    "SourceDataPDF = StkPDF.copy()\n",
    "\n",
    "# 排序计算: rank 函数达到 SQL 中类似 ROW_NUMBER 的功能。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = SourceDataPDF\n",
    "# ..................................................\n",
    "Sorted = TEMPPDF.sort_values(\"Date\", ascending=True)\n",
    "# ..................................................\n",
    "TEMPPDF[\"Row_Num\"] = Sorted[\"Date\"].rank(ascending=True, method='first')\n",
    "# ..................................................\n",
    "TEMPPDF[\"Row_Num\"] = TEMPPDF[\"Row_Num\"].astype(\"int64\")\n",
    "# ..................................................\n",
    "StkNumberedPDF = TEMPPDF\n",
    "\n",
    "# ##################################################\n",
    "StkNumberedPDF[[\"Row_Num\", \"Date\", \"Close\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
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       "      <th>MACD_DIF</th>\n",
       "      <th>MACD_DEA</th>\n",
       "      <th>MACD_STICK</th>\n",
       "      <th>RSI6</th>\n",
       "      <th>RSI12</th>\n",
       "      <th>RSI24</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2651</th>\n",
       "      <td>1</td>\n",
       "      <td>2005-01-31</td>\n",
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       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>2650</th>\n",
       "      <td>2</td>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>6.42</td>\n",
       "      <td>-0.031111</td>\n",
       "      <td>-0.006222</td>\n",
       "      <td>-0.049778</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2649</th>\n",
       "      <td>3</td>\n",
       "      <td>2005-02-02</td>\n",
       "      <td>6.90</td>\n",
       "      <td>-0.016841</td>\n",
       "      <td>-0.008346</td>\n",
       "      <td>-0.016990</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>2648</th>\n",
       "      <td>4</td>\n",
       "      <td>2005-02-03</td>\n",
       "      <td>6.75</td>\n",
       "      <td>-0.017434</td>\n",
       "      <td>-0.010164</td>\n",
       "      <td>-0.014541</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2647</th>\n",
       "      <td>5</td>\n",
       "      <td>2005-02-04</td>\n",
       "      <td>7.00</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>-0.007682</td>\n",
       "      <td>0.019850</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2563</td>\n",
       "      <td>2015-12-25</td>\n",
       "      <td>8.03</td>\n",
       "      <td>0.121185</td>\n",
       "      <td>0.101988</td>\n",
       "      <td>0.038394</td>\n",
       "      <td>78.431373</td>\n",
       "      <td>58.333333</td>\n",
       "      <td>55.942029</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2564</td>\n",
       "      <td>2015-12-28</td>\n",
       "      <td>7.71</td>\n",
       "      <td>0.103309</td>\n",
       "      <td>0.102252</td>\n",
       "      <td>0.002113</td>\n",
       "      <td>55.555556</td>\n",
       "      <td>51.470588</td>\n",
       "      <td>51.604278</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2565</td>\n",
       "      <td>2015-12-29</td>\n",
       "      <td>7.84</td>\n",
       "      <td>0.098496</td>\n",
       "      <td>0.101501</td>\n",
       "      <td>-0.006010</td>\n",
       "      <td>50.769231</td>\n",
       "      <td>62.406015</td>\n",
       "      <td>52.741514</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2566</td>\n",
       "      <td>2015-12-30</td>\n",
       "      <td>7.93</td>\n",
       "      <td>0.100783</td>\n",
       "      <td>0.101357</td>\n",
       "      <td>-0.001149</td>\n",
       "      <td>52.941176</td>\n",
       "      <td>61.832061</td>\n",
       "      <td>54.241645</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2567</td>\n",
       "      <td>2015-12-31</td>\n",
       "      <td>7.77</td>\n",
       "      <td>0.088662</td>\n",
       "      <td>0.098818</td>\n",
       "      <td>-0.020313</td>\n",
       "      <td>40.740741</td>\n",
       "      <td>57.857143</td>\n",
       "      <td>59.269663</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2567 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Row_Num       Date  Close  MACD_DIF  MACD_DEA  MACD_STICK       RSI6  \\\n",
       "2651        1 2005-01-31   6.81  0.000000  0.000000    0.000000        NaN   \n",
       "2650        2 2005-02-01   6.42 -0.031111 -0.006222   -0.049778        NaN   \n",
       "2649        3 2005-02-02   6.90 -0.016841 -0.008346   -0.016990        NaN   \n",
       "2648        4 2005-02-03   6.75 -0.017434 -0.010164   -0.014541        NaN   \n",
       "2647        5 2005-02-04   7.00  0.002243 -0.007682    0.019850        NaN   \n",
       "...       ...        ...    ...       ...       ...         ...        ...   \n",
       "4        2563 2015-12-25   8.03  0.121185  0.101988    0.038394  78.431373   \n",
       "3        2564 2015-12-28   7.71  0.103309  0.102252    0.002113  55.555556   \n",
       "2        2565 2015-12-29   7.84  0.098496  0.101501   -0.006010  50.769231   \n",
       "1        2566 2015-12-30   7.93  0.100783  0.101357   -0.001149  52.941176   \n",
       "0        2567 2015-12-31   7.77  0.088662  0.098818   -0.020313  40.740741   \n",
       "\n",
       "          RSI12      RSI24  \n",
       "2651        NaN        NaN  \n",
       "2650        NaN        NaN  \n",
       "2649        NaN        NaN  \n",
       "2648        NaN        NaN  \n",
       "2647        NaN        NaN  \n",
       "...         ...        ...  \n",
       "4     58.333333  55.942029  \n",
       "3     51.470588  51.604278  \n",
       "2     62.406015  52.741514  \n",
       "1     61.832061  54.241645  \n",
       "0     57.857143  59.269663  \n",
       "\n",
       "[2567 rows x 9 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 计算数据: 金融指标(Finance Indicator)。\n",
    "# ##################################################\n",
    "SourceDataPDF = StkNumberedPDF.sort_values(\"Date\", ascending=True)\n",
    "\n",
    "# 提取数据: 提取公历N年前数据。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = SourceDataPDF\n",
    "# ..................................................\n",
    "# DataFrame 中的 apply:\n",
    "# -> 当 axis=1 时，对每行执行指定函数。\n",
    "# -> 当 axis=0 时，对每列执行指定函数。\n",
    "TEMPPDF[\"EMA12\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_EMA(Index=X[\"Row_Num\"], Period=12, Close=X[\"Close\"]), axis=1)\n",
    "TEMPPDF[\"EMA26\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_EMA(Index=X[\"Row_Num\"], Period=26, Close=X[\"Close\"]), axis=1)\n",
    "# ..................................................\n",
    "TEMPPDF[\"MACD_DIF\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_MACD_DIF(EMA12=X[\"EMA12\"], EMA26=X[\"EMA26\"]), axis=1)\n",
    "TEMPPDF[\"MACD_DEA\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_MACD_DEA(Index=X[\"Row_Num\"], MACD_DIF=X[\"MACD_DIF\"]), axis=1)\n",
    "TEMPPDF[\"MACD_STICK\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_MACD_STICK(MACD_DIF=X[\"MACD_DIF\"], MACD_DEA=X[\"MACD_DEA\"]), axis=1)\n",
    "# ..................................................\n",
    "TEMPPDF[\"RSI6\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_RSI(Index=X[\"Row_Num\"], Period=6, Change=X[\"Change\"]), axis=1)\n",
    "TEMPPDF[\"RSI12\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_RSI(Index=X[\"Row_Num\"], Period=12, Change=X[\"Change\"]), axis=1)\n",
    "TEMPPDF[\"RSI24\"] = TEMPPDF.apply(lambda X: MapFunc_FinInd_RSI(Index=X[\"Row_Num\"], Period=24, Change=X[\"Change\"]), axis=1)\n",
    "# ..................................................\n",
    "StkIndicatorPDF = TEMPPDF\n",
    "\n",
    "# ##################################################\n",
    "StkIndicatorPDF[[\"Row_Num\", \"Date\", \"Close\", \"MACD_DIF\", \"MACD_DEA\", \"MACD_STICK\", \"RSI6\", \"RSI12\", \"RSI24\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
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    "deletable": true,
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy of Model : 0.801556\n"
     ]
    },
    {
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       "      <th></th>\n",
       "      <th>Row_Num</th>\n",
       "      <th>Date</th>\n",
       "      <th>Close</th>\n",
       "      <th>Chg_Pct</th>\n",
       "      <th>BIN_CL</th>\n",
       "      <th>MLP_RF</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2651</th>\n",
       "      <td>1</td>\n",
       "      <td>2005-01-31</td>\n",
       "      <td>6.81</td>\n",
       "      <td>-0.018732</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2650</th>\n",
       "      <td>2</td>\n",
       "      <td>2005-02-01</td>\n",
       "      <td>6.42</td>\n",
       "      <td>-0.057269</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2649</th>\n",
       "      <td>3</td>\n",
       "      <td>2005-02-02</td>\n",
       "      <td>6.90</td>\n",
       "      <td>0.074766</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2648</th>\n",
       "      <td>4</td>\n",
       "      <td>2005-02-03</td>\n",
       "      <td>6.75</td>\n",
       "      <td>-0.021739</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2647</th>\n",
       "      <td>5</td>\n",
       "      <td>2005-02-04</td>\n",
       "      <td>7.00</td>\n",
       "      <td>0.037037</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2563</td>\n",
       "      <td>2015-12-25</td>\n",
       "      <td>8.03</td>\n",
       "      <td>0.005006</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2564</td>\n",
       "      <td>2015-12-28</td>\n",
       "      <td>7.71</td>\n",
       "      <td>-0.039851</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2565</td>\n",
       "      <td>2015-12-29</td>\n",
       "      <td>7.84</td>\n",
       "      <td>0.016861</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2566</td>\n",
       "      <td>2015-12-30</td>\n",
       "      <td>7.93</td>\n",
       "      <td>0.011480</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2567</td>\n",
       "      <td>2015-12-31</td>\n",
       "      <td>7.77</td>\n",
       "      <td>-0.020177</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2567 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Row_Num       Date  Close   Chg_Pct  BIN_CL  MLP_RF\n",
       "2651        1 2005-01-31   6.81 -0.018732       0       0\n",
       "2650        2 2005-02-01   6.42 -0.057269       0       0\n",
       "2649        3 2005-02-02   6.90  0.074766       1       1\n",
       "2648        4 2005-02-03   6.75 -0.021739       0       0\n",
       "2647        5 2005-02-04   7.00  0.037037       1       1\n",
       "...       ...        ...    ...       ...     ...     ...\n",
       "4        2563 2015-12-25   8.03  0.005006       0       0\n",
       "3        2564 2015-12-28   7.71 -0.039851       0       0\n",
       "2        2565 2015-12-29   7.84  0.016861       0       0\n",
       "1        2566 2015-12-30   7.93  0.011480       0       0\n",
       "0        2567 2015-12-31   7.77 -0.020177       0       0\n",
       "\n",
       "[2567 rows x 6 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 计算数据: 机器学习(Machine Learn)。\n",
    "# ##################################################\n",
    "SourceDataPDF = StkIndicatorPDF.copy()\n",
    "\n",
    "# 提取标签。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = SourceDataPDF\n",
    "# ..................................................\n",
    "TEMPPDF[\"BIN_CL\"] = TEMPPDF[\"Chg_Pct\"].apply(lambda X: int(1) if X >= 0.02 else int(0))\n",
    "# ..................................................\n",
    "StkMLPDF = TEMPPDF\n",
    "\n",
    "# 训练模型。\n",
    "# --------------------------------------------------\n",
    "FeaturesCols = [\"Open\", \"High\", \"Low\", \"Close\", \"Volume\", \"MACD_DIF\", \"MACD_DEA\", \"MACD_STICK\"]\n",
    "RFModel = MLFunc_Scikit_Learn_Random_Forest_Classifier_From_Pandas(StkMLPDF, FeaturesCols=FeaturesCols, LabelCol=\"BIN_CL\")\n",
    "\n",
    "# 预测结果。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = StkMLPDF\n",
    "# ..................................................\n",
    "TEMPPDF[\"MLP_RF\"] = TEMPPDF.apply(lambda X: [[\n",
    "                                               X[\"Open\"],\n",
    "                                               X[\"High\"],\n",
    "                                               X[\"Low\"],\n",
    "                                               X[\"Close\"],\n",
    "                                               X[\"Volume\"],\n",
    "                                               X[\"MACD_DIF\"],\n",
    "                                               X[\"MACD_DEA\"],\n",
    "                                               X[\"MACD_STICK\"]\n",
    "                                              ]], axis=1)\n",
    "TEMPPDF[\"MLP_RF\"] = TEMPPDF[\"MLP_RF\"].apply(lambda X: RFModel[1].predict(X)[0])\n",
    "# ..................................................\n",
    "StkMLPDF = TEMPPDF\n",
    "\n",
    "# ##################################################\n",
    "print(\"Accuracy of Model : %f\" % RFModel[0])\n",
    "StkMLPDF[[\"Row_Num\", \"Date\", \"Close\", \"Chg_Pct\", \"BIN_CL\", \"MLP_RF\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
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    "editable": true,
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   "outputs": [
    {
     "data": {
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       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "</style>\n",
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Row_Num</th>\n",
       "      <th>Date</th>\n",
       "      <th>Close</th>\n",
       "      <th>MACD_DIF</th>\n",
       "      <th>MACD_DEA</th>\n",
       "      <th>MACD_STICK</th>\n",
       "      <th>RSI6</th>\n",
       "      <th>RSI12</th>\n",
       "      <th>RSI24</th>\n",
       "      <th>MLP_RF</th>\n",
       "      <th>Sig_Buy</th>\n",
       "      <th>Sig_Sell</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
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       "      <td>2005-01-31</td>\n",
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       "      <td>6.42</td>\n",
       "      <td>-0.031111</td>\n",
       "      <td>-0.006222</td>\n",
       "      <td>-0.049778</td>\n",
       "      <td>NaN</td>\n",
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       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>2005-02-02</td>\n",
       "      <td>6.90</td>\n",
       "      <td>-0.016841</td>\n",
       "      <td>-0.008346</td>\n",
       "      <td>-0.016990</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>2005-02-03</td>\n",
       "      <td>6.75</td>\n",
       "      <td>-0.017434</td>\n",
       "      <td>-0.010164</td>\n",
       "      <td>-0.014541</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>2005-02-04</td>\n",
       "      <td>7.00</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>-0.007682</td>\n",
       "      <td>0.019850</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
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       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2562</th>\n",
       "      <td>2563</td>\n",
       "      <td>2015-12-25</td>\n",
       "      <td>8.03</td>\n",
       "      <td>0.121185</td>\n",
       "      <td>0.101988</td>\n",
       "      <td>0.038394</td>\n",
       "      <td>78.431373</td>\n",
       "      <td>58.333333</td>\n",
       "      <td>55.942029</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2563</th>\n",
       "      <td>2564</td>\n",
       "      <td>2015-12-28</td>\n",
       "      <td>7.71</td>\n",
       "      <td>0.103309</td>\n",
       "      <td>0.102252</td>\n",
       "      <td>0.002113</td>\n",
       "      <td>55.555556</td>\n",
       "      <td>51.470588</td>\n",
       "      <td>51.604278</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>2564</th>\n",
       "      <td>2565</td>\n",
       "      <td>2015-12-29</td>\n",
       "      <td>7.84</td>\n",
       "      <td>0.098496</td>\n",
       "      <td>0.101501</td>\n",
       "      <td>-0.006010</td>\n",
       "      <td>50.769231</td>\n",
       "      <td>62.406015</td>\n",
       "      <td>52.741514</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>2565</th>\n",
       "      <td>2566</td>\n",
       "      <td>2015-12-30</td>\n",
       "      <td>7.93</td>\n",
       "      <td>0.100783</td>\n",
       "      <td>0.101357</td>\n",
       "      <td>-0.001149</td>\n",
       "      <td>52.941176</td>\n",
       "      <td>61.832061</td>\n",
       "      <td>54.241645</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>2566</th>\n",
       "      <td>2567</td>\n",
       "      <td>2015-12-31</td>\n",
       "      <td>7.77</td>\n",
       "      <td>0.088662</td>\n",
       "      <td>0.098818</td>\n",
       "      <td>-0.020313</td>\n",
       "      <td>40.740741</td>\n",
       "      <td>57.857143</td>\n",
       "      <td>59.269663</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2567 rows × 12 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Row_Num       Date  Close  MACD_DIF  MACD_DEA  MACD_STICK       RSI6  \\\n",
       "0           1 2005-01-31   6.81  0.000000  0.000000    0.000000        NaN   \n",
       "1           2 2005-02-01   6.42 -0.031111 -0.006222   -0.049778        NaN   \n",
       "2           3 2005-02-02   6.90 -0.016841 -0.008346   -0.016990        NaN   \n",
       "3           4 2005-02-03   6.75 -0.017434 -0.010164   -0.014541        NaN   \n",
       "4           5 2005-02-04   7.00  0.002243 -0.007682    0.019850        NaN   \n",
       "...       ...        ...    ...       ...       ...         ...        ...   \n",
       "2562     2563 2015-12-25   8.03  0.121185  0.101988    0.038394  78.431373   \n",
       "2563     2564 2015-12-28   7.71  0.103309  0.102252    0.002113  55.555556   \n",
       "2564     2565 2015-12-29   7.84  0.098496  0.101501   -0.006010  50.769231   \n",
       "2565     2566 2015-12-30   7.93  0.100783  0.101357   -0.001149  52.941176   \n",
       "2566     2567 2015-12-31   7.77  0.088662  0.098818   -0.020313  40.740741   \n",
       "\n",
       "          RSI12      RSI24  MLP_RF  Sig_Buy  Sig_Sell  \n",
       "0           NaN        NaN       0        0         1  \n",
       "1           NaN        NaN       0        0         1  \n",
       "2           NaN        NaN       1        0         1  \n",
       "3           NaN        NaN       0        0         1  \n",
       "4           NaN        NaN       1        1         0  \n",
       "...         ...        ...     ...      ...       ...  \n",
       "2562  58.333333  55.942029       0        0         0  \n",
       "2563  51.470588  51.604278       0        0         0  \n",
       "2564  62.406015  52.741514       0        0         1  \n",
       "2565  61.832061  54.241645       0        0         1  \n",
       "2566  57.857143  59.269663       0        0         1  \n",
       "\n",
       "[2567 rows x 12 columns]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 计算数据: 买卖信号(Signal)。\n",
    "# ##################################################\n",
    "LEFTPDF = StkIndicatorPDF.sort_values(\"Date\", ascending=True)\n",
    "RIGHPDF = StkMLPDF.sort_values(\"Date\", ascending=True)\n",
    "RIGHPDF = StkMLPDF[[\"Row_Num\", \"Code\", \"MLP_RF\"]]\n",
    "# ..................................................\n",
    "TEMPPDF = pd.merge(left=LEFTPDF, right=RIGHPDF, how=\"left\", on=[\"Row_Num\", \"Code\"])\n",
    "# ..................................................\n",
    "StkSignalPDF = TEMPPDF\n",
    "\n",
    "# 提取数据: 提取公历N年前数据。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = StkSignalPDF\n",
    "# ..................................................\n",
    "# DataFrame 中的 apply:\n",
    "# -> 当 axis=1 时，对每行执行指定函数。\n",
    "# -> 当 axis=0 时，对每列执行指定函数。\n",
    "TEMPPDF[\"Sig_Buy\"] = TEMPPDF.apply(lambda X: MapFunc_FinTool_Backtest_Signal(\n",
    "                                                  X[\"MACD_DIF\"] > X[\"MACD_DEA\"],\n",
    "                                                  X[\"MACD_DIF\"] > 0,\n",
    "                                                  X[\"MLP_RF\"] == 1,\n",
    "                                                  How=\"All\"\n",
    "                                              ), axis=1)\n",
    "# ..................................................\n",
    "TEMPPDF[\"Sig_Sell\"] = TEMPPDF.apply(lambda X: MapFunc_FinTool_Backtest_Signal(\n",
    "                                                   X[\"MACD_DIF\"] <= X[\"MACD_DEA\"],\n",
    "                                                   How=\"Any\"\n",
    "                                               ), axis=1)\n",
    "# ..................................................\n",
    "StkSignalPDF = TEMPPDF\n",
    "\n",
    "# ##################################################\n",
    "StkSignalPDF[[\"Row_Num\", \"Date\", \"Close\", \"MACD_DIF\", \"MACD_DEA\", \"MACD_STICK\", \"RSI6\", \"RSI12\", \"RSI24\", \"MLP_RF\", \"Sig_Buy\", \"Sig_Sell\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
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    "deletable": true,
    "editable": true
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   "outputs": [
    {
     "data": {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Row_Num</th>\n",
       "      <th>Date</th>\n",
       "      <th>Close</th>\n",
       "      <th>Sig_Buy</th>\n",
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       "      <th>Funds</th>\n",
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       "      <th>Asset</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>2005-01-31</td>\n",
       "      <td>6.81</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1000000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>2005-02-01</td>\n",
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       "      <td>0</td>\n",
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       "      <td>6.90</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1000000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>2005-02-03</td>\n",
       "      <td>6.75</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1000000.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1000000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>2005-02-04</td>\n",
       "      <td>7.00</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>400.0</td>\n",
       "      <td>999600.0</td>\n",
       "      <td>1000000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2562</th>\n",
       "      <td>2563</td>\n",
       "      <td>2015-12-25</td>\n",
       "      <td>8.03</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>631.0</td>\n",
       "      <td>3606525.0</td>\n",
       "      <td>3607156.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2563</th>\n",
       "      <td>2564</td>\n",
       "      <td>2015-12-28</td>\n",
       "      <td>7.71</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>631.0</td>\n",
       "      <td>3606525.0</td>\n",
       "      <td>3607156.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2564</th>\n",
       "      <td>2565</td>\n",
       "      <td>2015-12-29</td>\n",
       "      <td>7.84</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>631.0</td>\n",
       "      <td>3606525.0</td>\n",
       "      <td>3607156.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2565</th>\n",
       "      <td>2566</td>\n",
       "      <td>2015-12-30</td>\n",
       "      <td>7.93</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>631.0</td>\n",
       "      <td>3606525.0</td>\n",
       "      <td>3607156.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2566</th>\n",
       "      <td>2567</td>\n",
       "      <td>2015-12-31</td>\n",
       "      <td>7.77</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>631.0</td>\n",
       "      <td>3606525.0</td>\n",
       "      <td>3607156.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2567 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Row_Num       Date  Close  Sig_Buy  Sig_Sell      Funds    Stk_Val  \\\n",
       "0           1 2005-01-31   6.81        0         1  1000000.0        0.0   \n",
       "1           2 2005-02-01   6.42        0         1  1000000.0        0.0   \n",
       "2           3 2005-02-02   6.90        0         1  1000000.0        0.0   \n",
       "3           4 2005-02-03   6.75        0         1  1000000.0        0.0   \n",
       "4           5 2005-02-04   7.00        1         0      400.0   999600.0   \n",
       "...       ...        ...    ...      ...       ...        ...        ...   \n",
       "2562     2563 2015-12-25   8.03        0         0      631.0  3606525.0   \n",
       "2563     2564 2015-12-28   7.71        0         0      631.0  3606525.0   \n",
       "2564     2565 2015-12-29   7.84        0         1      631.0  3606525.0   \n",
       "2565     2566 2015-12-30   7.93        0         1      631.0  3606525.0   \n",
       "2566     2567 2015-12-31   7.77        0         1      631.0  3606525.0   \n",
       "\n",
       "          Asset  \n",
       "0     1000000.0  \n",
       "1     1000000.0  \n",
       "2     1000000.0  \n",
       "3     1000000.0  \n",
       "4     1000000.0  \n",
       "...         ...  \n",
       "2562  3607156.0  \n",
       "2563  3607156.0  \n",
       "2564  3607156.0  \n",
       "2565  3607156.0  \n",
       "2566  3607156.0  \n",
       "\n",
       "[2567 rows x 8 columns]"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 计算数据: 回测(Backtesting)。\n",
    "# ##################################################\n",
    "SourceDataPDF = StkSignalPDF.sort_values(\"Date\", ascending=True)\n",
    "\n",
    "# 计算数据: 实时资产变动。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = SourceDataPDF\n",
    "# ..................................................\n",
    "# DataFrame 中的 apply:\n",
    "# -> 当 axis=1 时，对每行执行指定函数。\n",
    "# -> 当 axis=0 时，对每列执行指定函数。\n",
    "TEMPPDF[\"Account\"] = TEMPPDF.apply(lambda X: MapFunc_FinTool_Backtest_Real_Time_Asset_by_Long_Buy( # -> 涉及全局变量, 不可多次调用。\n",
    "                                                  Sig_Buy=X[\"Sig_Buy\"],\n",
    "                                                  Sig_Sell=X[\"Sig_Sell\"],\n",
    "                                                  Close=X[\"Close\"],\n",
    "                                                  Stop_Profit=\"percent:0.10\",\n",
    "                                                  Stop_Loss=\"percent:-0.02\",\n",
    "                                                  Rtn=\"Tuple\"\n",
    "                                              ),axis=1)\n",
    "# ..................................................\n",
    "TEMPPDF[\"Funds\"]   = TEMPPDF[\"Account\"].apply(lambda X: X[0])\n",
    "TEMPPDF[\"Stk_Val\"] = TEMPPDF[\"Account\"].apply(lambda X: X[2])\n",
    "# ..................................................\n",
    "TEMPPDF[\"Asset\"] = TEMPPDF[\"Funds\"] + TEMPPDF[\"Stk_Val\"]\n",
    "# ..................................................\n",
    "StkBacktestingPDF = TEMPPDF\n",
    "\n",
    "# 计算数据: 盈利比率。\n",
    "# --------------------------------------------------\n",
    "TEMPPDF = StkBacktestingPDF\n",
    "# ..................................................\n",
    "TEMPPDF[\"Asset_Shift_Plus_1\"] = TEMPPDF[\"Asset\"].shift(1)\n",
    "TEMPPDF[\"Profitability_Ratio\"] = (TEMPPDF[\"Asset_Shift_Plus_1\"] - TEMPPDF[\"Asset\"]) / TEMPPDF[\"Asset\"]\n",
    "# ..................................................\n",
    "StkBacktestingPDF = TEMPPDF\n",
    "\n",
    "# ##################################################\n",
    "StkBacktestingPDF[[\"Row_Num\", \"Date\", \"Close\", \"Sig_Buy\", \"Sig_Sell\", \"Funds\", \"Stk_Val\", \"Asset\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false,
    "deletable": true,
    "editable": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1536x864 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Matplotlib 绘制数据: 买卖信号(Signal)。\n",
    "# ##################################################\n",
    "DrawPDF = StkSignalPDF\n",
    "\n",
    "# 筛选数据: 放大局部数据。\n",
    "# --------------------------------------------------\n",
    "#DrawPDF = DrawPDF[(200 <= DrawPDF[\"Row_Num\"]) & (DrawPDF[\"Row_Num\"] <= 1500)]\n",
    "DrawPDF = DrawPDF[(500 <= DrawPDF[\"Row_Num\"]) & (DrawPDF[\"Row_Num\"] <= 750)]\n",
    "\n",
    "# 画布配置。\n",
    "# --------------------------------------------------\n",
    "fig = plt.figure(figsize=(16, 9), dpi=96)\n",
    "# ..................................................\n",
    "Grid = plt.GridSpec(5, 1, figure=fig)\n",
    "\n",
    "# K 线数据: 红绿 K 线的 Bottom、Height。\n",
    "# --------------------------------------------------\n",
    "KLine_Red = DrawPDF[DrawPDF[\"Change\"] >= 0.0]\n",
    "KLine_Red_Bottom = KLine_Red[\"Open\"]\n",
    "KLine_Red_Height = KLine_Red[\"Close\"] - KLine_Red[\"Open\"]\n",
    "# ..................................................\n",
    "KLine_Gre = DrawPDF[DrawPDF[\"Change\"] <  0.0]\n",
    "KLine_Gre_Bottom = KLine_Gre[\"Close\"]\n",
    "KLine_Gre_Height = KLine_Gre[\"Open\"] - KLine_Gre[\"Close\"]\n",
    "\n",
    "# 绘制数据: 绘制红绿 K 线。\n",
    "# --------------------------------------------------\n",
    "ax1 = plt.subplot(Grid[0:3])\n",
    "# ..................................................\n",
    "ax1.bar(x=KLine_Red[\"Row_Num\"], height=KLine_Red_Height, width=0.6, bottom=KLine_Red_Bottom, color=\"#FF4500\")\n",
    "ax1.bar(x=KLine_Gre[\"Row_Num\"], height=KLine_Gre_Height, width=0.6, bottom=KLine_Gre_Bottom, color=\"#228B22\")\n",
    "# ..................................................\n",
    "ax1.vlines(x=KLine_Red[\"Row_Num\"], ymin=KLine_Red[\"Low\"], ymax=KLine_Red[\"High\"], colors=\"#FF4500\", linewidth=1)\n",
    "ax1.vlines(x=KLine_Gre[\"Row_Num\"], ymin=KLine_Gre[\"Low\"], ymax=KLine_Gre[\"High\"], colors=\"#228B22\", linewidth=1)\n",
    "\n",
    "# MACD 数据: 红绿 MACD STICK。\n",
    "# --------------------------------------------------\n",
    "MACD_STICK_Red = DrawPDF[DrawPDF[\"MACD_STICK\"] >= 0.0]\n",
    "# ..................................................\n",
    "MACD_STICK_Gre = DrawPDF[DrawPDF[\"MACD_STICK\"] <  0.0]\n",
    "\n",
    "# 绘制数据: 绘制 MACD DIF 和 DEA。\n",
    "# --------------------------------------------------\n",
    "ax2 = plt.subplot(Grid[3:4])\n",
    "# ..................................................\n",
    "ax2.bar(x=MACD_STICK_Red[\"Row_Num\"], height=MACD_STICK_Red[\"MACD_STICK\"], width=0.6, bottom=0, color=\"#FF4500\")\n",
    "ax2.bar(x=MACD_STICK_Gre[\"Row_Num\"], height=MACD_STICK_Gre[\"MACD_STICK\"], width=0.6, bottom=0, color=\"#228B22\")\n",
    "# ..................................................\n",
    "ax2.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"MACD_DIF\"], linewidth=1.0, color=\"#000000\", label=\"MACD_DIF\")\n",
    "ax2.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"MACD_DEA\"], linewidth=1.0, color=\"#FFA500\", label=\"MACD_DEA\")\n",
    "# ..................................................\n",
    "ax2.legend(loc=\"upper left\")\n",
    "\n",
    "# 绘制数据: 绘制 RSI 指标。\n",
    "# --------------------------------------------------\n",
    "ax3 = plt.subplot(Grid[4:5])\n",
    "# ..................................................\n",
    "ax3.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"RSI6\"], linewidth=1.0, color=\"#000000\", label=\"RSI6\")\n",
    "ax3.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"RSI12\"], linewidth=1.0, color=\"#FFA500\", label=\"RSI12\")\n",
    "ax3.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"RSI24\"], linewidth=1.0, color=\"#FF00FF\", label=\"RSI24\")\n",
    "# ..................................................\n",
    "ax3.hlines(y=80, xmin=DrawPDF[\"Row_Num\"].min(), xmax=DrawPDF[\"Row_Num\"].max(), linewidth=0.8, linestyle=\"dashed\", color=\"#708090\")\n",
    "ax3.hlines(y=50, xmin=DrawPDF[\"Row_Num\"].min(), xmax=DrawPDF[\"Row_Num\"].max(), linewidth=0.8, linestyle=\"dashed\", color=\"#708090\")\n",
    "ax3.hlines(y=20, xmin=DrawPDF[\"Row_Num\"].min(), xmax=DrawPDF[\"Row_Num\"].max(), linewidth=0.8, linestyle=\"dashed\", color=\"#708090\")\n",
    "# ..................................................\n",
    "ax3.legend(loc=\"upper left\")\n",
    "\n",
    "# Signal 数据: Sig_Buy 和 Sig_Sell 数据。\n",
    "# --------------------------------------------------\n",
    "Sig_Buy = DrawPDF[DrawPDF[\"Sig_Buy\"] == 1]\n",
    "# ..................................................\n",
    "Sig_Sell = DrawPDF[DrawPDF[\"Sig_Sell\"] == 1]\n",
    "\n",
    "# 绘制数据: 绘制 Signal 标记点。\n",
    "# --------------------------------------------------\n",
    "ax1.scatter(x=Sig_Buy[\"Row_Num\"], y=Sig_Buy[\"Close\"], s=2000, marker=\"o\", alpha=1, color=\"none\", edgecolors=\"#FF4500\")\n",
    "ax1.scatter(x=Sig_Sell[\"Row_Num\"], y=Sig_Sell[\"Close\"], s=2000, marker=\"o\", alpha=1, color=\"none\", edgecolors=\"#228B22\")\n",
    "\n",
    "# ##################################################\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false,
    "deletable": true,
    "editable": true
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1536x864 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Matplotlib 绘制数据: 回测(Backtesting)。\n",
    "# ##################################################\n",
    "DrawPDF = StkBacktestingPDF\n",
    "\n",
    "# 筛选数据: 放大局部数据。\n",
    "# --------------------------------------------------\n",
    "#DrawPDF = DrawPDF[(200 <= DrawPDF[\"Row_Num\"]) & (DrawPDF[\"Row_Num\"] <= 1500)]\n",
    "#DrawPDF = DrawPDF[(500 <= DrawPDF[\"Row_Num\"]) & (DrawPDF[\"Row_Num\"] <= 750)]\n",
    "\n",
    "# 画布配置。\n",
    "# --------------------------------------------------\n",
    "fig = plt.figure(figsize=(16, 9), dpi=96)\n",
    "# ..................................................\n",
    "Grid = plt.GridSpec(4, 1, figure=fig, hspace=0.5)\n",
    "\n",
    "# 绘制数据: 绘制资产走势(Asset Trend)。\n",
    "# --------------------------------------------------\n",
    "ax1 = plt.subplot(Grid[0:2])\n",
    "# ..................................................\n",
    "ax1.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"Asset\"], color=\"#4169E1\", label=\"Asset\")\n",
    "# ..................................................\n",
    "ax1.legend(loc=\"upper left\")\n",
    "# ..................................................\n",
    "ax1.set_title(\"资产 (Asset) 变化趋势\")\n",
    "\n",
    "# 绘制数据: 绘制盈利比率(Profitability Ratio)。\n",
    "# --------------------------------------------------\n",
    "ax2 = plt.subplot(Grid[2:4])\n",
    "# ..................................................\n",
    "ax2.plot(DrawPDF[\"Row_Num\"], DrawPDF[\"Profitability_Ratio\"], color=\"#4169E1\", label=\"Profitability Ratio\")\n",
    "# ..................................................\n",
    "ax2.legend(loc=\"upper left\")\n",
    "# ..................................................\n",
    "ax2.set_title(\"盈利比率 (Profitability Ratio) 变化趋势\")\n",
    "\n",
    "# ##################################################\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true,
    "deletable": true,
    "editable": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
